Skip to main content
guest
Join
|
Help
|
Sign In
mrshayden
Home
guest
|
Join
|
Help
|
Sign In
Wiki Home
Recent Changes
Pages and Files
Members
Courses
201 Geometry
202 Geometry
291 Algebra 2
Contact Info
E-mail Me
201 Ch 5 2014
Edit
0
19
…
0
Tags
No tags
Notify
RSS
Backlinks
Source
Print
Export (PDF)
Date
HW
Notes/ws
T 12/23
M 12/22
none
Date
HW
Notes/ws
F 12/19
in Library lab today. no hw
Th 12/18
Ch 5 Test today.
W 12/17
complete review packet and study
ws
201_ch5_rev_ws2.docx
Details
Download
98 KB
key
201_ch5_test_rev_2.pdf
Details
Download
136 KB
notes
201_ch5 Test_rev2014.pdf
Details
Download
104 KB
T 12/16
complete 5.6 ws
ws
201_5_6c_ws.pdf
Details
Download
248 KB
key
201_5_6c_ws_KEY.pdf
Details
Download
174 KB
M 12/15
HW p338-340
#s 1-9, 11-13, 16-18, 24
notes
201_5_6notes2014.pdf
Details
Download
415 KB
Date
HW
Notes/ws
F 12/12
no hw
Block W or Th
HW p331-332
#s 6, 10-13, 16-19, 21-23, 30, 31, 33, 34
(Due Monday--Friday in the library again)
notes
201_5_5notes2014.pdf
Details
Download
373 KB
T 12/9
Meet in library computer lab today
M 12/8
HW
p322-323
#s 17-22, 25-27, 33, 35
notes
201_5_4notes2014.pdf
Details
Download
311 KB
Date
HW
Notes/ws
F 12/5
Th 12/4
HW due Monday (can either do tonight or in class tomorrow)
p307 11-17
p309 quiz #s 1-3
p313-314 #s 3-8, 12-17
notes
201_5_2_3notes2013.pdf
Details
Download
346 KB
W 12/3
complete ws
Follow directions listed here:
#3 mark right angle and use Pythagorean theorem
Skip # 7
#8 Change completely
Given: Isosceles triangle ABC with M the midpoint of hypotenuse BC.
Prove: AM perpendicular to BC
ws
201_5_1ws.pdf
Details
Download
36 KB
key
201_5_1ws_key.pdf
Details
Download
92 KB
T 12/2
Complete ws on page 2 #17 (do not prove)
ws
201_5_1ws_B_Cbook_day2.doc
Details
Download
135 KB
key
201_5_1_ws1_key.pdf
Details
Download
76 KB
M 12/1
HW
Use example 7 from notes to prove the midsegment theorem and
p298-299 #s 3-5, 15-19, 24
notes
201_5_1notes2014.pdf
Details
Download
319 KB
Javascript Required
You need to enable Javascript in your browser to edit pages.
help on how to format text
Turn off "Getting Started"
Home
...
Loading...
key
notes
key
#s 1-9, 11-13, 16-18, 24
#s 6, 10-13, 16-19, 21-23, 30, 31, 33, 34
(Due Monday--Friday in the library again)
p322-323
#s 17-22, 25-27, 33, 35
p307 11-17
p309 quiz #s 1-3
p313-314 #s 3-8, 12-17
Follow directions listed here:
#3 mark right angle and use Pythagorean theorem
Skip # 7
#8 Change completely
Given: Isosceles triangle ABC with M the midpoint of hypotenuse BC.
Prove: AM perpendicular to BC
key
key
Use example 7 from notes to prove the midsegment theorem and
p298-299 #s 3-5, 15-19, 24